Theorem 2.13 (see Sum [1]}) 
Consider the degree \(n\)  of the form (REF ) with \(r = t-1,\)  and \(s, m\)  positive integers such that \(1\le t-3\le \mu (m)\le t-2,\)  and \(\mu (m) = \alpha (m + \mu (m)).\)  Then for each \(s\ge t-1,\)  we have \(\dim (QP_t)_{n} = (2^{t}-1)\dim (QP_{t-1})_{m},\)

